Suitcase and Upward Acceleration

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SUMMARY

The discussion focuses on calculating the mass and weight of a suitcase being pulled upward with a force of 103 N, resulting in an upward acceleration of 0.731 m/s². Using Newton's second law, the mass is determined to be 140.903 kg by applying the formula m = F/a. Subsequently, the weight of the suitcase is calculated using the equation W = mg, yielding a weight of 1380.85 N. The discussion emphasizes the importance of recognizing the net force acting on the object.

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physics114
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Correct? Please let me know if my logic is off? =D

Given Problem
You pull upward on a stuffed suitcase with a force of 103 N, and it accelerates upward at 0.731 m/s2.
(a)What is the mass of the suitcase?
(b)What is the weight of the suitcase?

Relevant equations
F = ma
W = mg

Attempted Solution
Find the mass of the suitcase given the Force and acceleration. Then use the mass found and plug it back into the weight equation to find weight.
(a)
F = ma
m = F / a
m = 103N / 0.731m/s2
m = 140.903 kg
(b)
W = mg
W = (140.903kg) * (9.8m/s2)
W = 1380.85N
 
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physics114 said:
(a)
F = ma
m = F / a
m = 103N / 0.731m/s2
m = 140.903 kg
The 'F' in F = ma refers to the net force on the object. A better way to write Newton's 2nd law is: ΣF = ma.

Hint: There are two forces acting on the suitcase.
 

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